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solve x^3 = x^2
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\[x^3-x^2=0 \\ \text{ factor left hand side }\]
Is that even correct?
how?
There is nothing to solve for
thats the problem
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you can solve for x
howww? show me now
subtract x^2 on both sides: x^3-x^2=0 factor the left hand side x^2(x-1)=0 can you continue?
How can \(\sf x^3\) be equal to \(\sf x^2\) ? @satellite73
i can think of two number that work right off the top of my head
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how can 0^3=0^2 or 1^3=1^2?
because 0=0 or 1=1
like,, for example, those two
Oh yes, thanks !
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